The main goal of the present paper is to study some results concerning generalized derivations of prime rings with involution. Moreover, we provide examples to show that the assumed restriction cannot be relaxed.
In this paper, we explore the planar near-rings to build BIBDs (Balanced Incomplete Block Designs) which is an important tool in the field of the theory of error-correcting code. Our purpose is to supply a program which determines BIBDs and their incidence matrices from a finite field, what gives us the possibility of choosing the best BIBD among the BIBDs obtained according to the values of its parameters.
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